(1.52 x 10^0) - (1 x 10^0) step by step
To subtract these numbers, we need to ensure that their exponents are the same.
Step 1: Rewrite both numbers with the same exponent.
(1.52 x 10^0) becomes (1.52 x 10^0)
(1 x 10^0) becomes (1.00 x 10^0)
Step 2: Perform the subtraction of the mantissas.
(1.52 - 1.00) = 0.52
Step 3: Keep the exponent unchanged.
The exponent remains the same as 10^0.
Therefore, (1.52 x 10^0) - (1 x 10^0) = 0.52 x 10^0
Since 10^0 equals 1, the final answer is 0.52.
To subtract (1.52 x 10^0) from (1 x 10^0) step by step, you can follow these steps:
Step 1: Convert the numbers to scientific notation.
(1.52 x 10^0) and (1 x 10^0) are already in scientific notation, as the exponent is 0 for both numbers.
Step 2: Subtract the coefficients.
The coefficients are the numbers in front of the 10 raised to the power. In this case, you need to subtract 1.52 from 1.
1 - 1.52 = -0.52
Step 3: Keep the exponent the same.
Since both numbers have the same exponent of 0, the result will also have an exponent of 0.
Putting it all together:
(1.52 x 10^0) - (1 x 10^0) = -0.52 x 10^0
Since any number multiplied by 10 raised to the power of 0 is the same number, the result simplifies to:
-0.52 x 10^0 = -0.52
To subtract two numbers in scientific notation, we need to make sure the exponents are the same. Here's how you can perform the subtraction step by step:
1. Start with the two numbers:
Number 1: 1.52 x 10^0
Number 2: 1 x 10^0
2. Since both numbers have the same exponent (10^0), we can proceed with the subtraction of the coefficients.
Coefficient 1: 1.52
Coefficient 2: 1
3. Subtract the coefficients:
1.52 - 1 = 0.52
4. Keep the same exponent:
Since both numbers have an exponent of 10^0, the result will also have an exponent of 10^0.
5. Write the final result in scientific notation format:
Result: 0.52 x 10^0
So, (1.52 x 10^0) - (1 x 10^0) equals 0.52 x 10^0.
can you make the final answer scientific notation
Apologies for the confusion. Let's rewrite the final answer in scientific notation:
0.52 x 10^0 can be simplified further.
Since anything multiplied by 10 raised to the power of 0 remains the same, we have:
0.52 x 10^0 = 0.52
So, the final answer in scientific notation is simply 0.52.